{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "15167bb3",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# -*- coding: utf-8 -*-\n",
    "\"\"\"Example for R-graph\n",
    "\"\"\"\n",
    "# Author: Michiel Bongaerts (but not author of the R-graph method)\n",
    "# License: BSD 2 clause\n",
    "\n",
    "\n",
    "from __future__ import division\n",
    "from __future__ import print_function\n",
    "\n",
    "import os\n",
    "import sys\n",
    "\n",
    "# temporary solution for relative imports in case pyod is not installed\n",
    "# if pyod is installed, no need to use the following line\n",
    "sys.path.append(\n",
    "    os.path.abspath(os.path.join(os.path.dirname(\"__file__\"), '..')))\n",
    "\n",
    "from pyod.models.rgraph import RGraph\n",
    "from pyod.utils.data import generate_data\n",
    "from pyod.utils.data import evaluate_print\n",
    "from pyod.utils.example import visualize\n",
    "\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b5024044",
   "metadata": {
    "scrolled": true,
    "tags": [],
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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      "Test block 5/6\n",
      "\n",
      "On Training Data:\n",
      "R-graph ROC:1.0, precision @ rank n:1.0\n",
      "\n",
      "On Test Data:\n",
      "R-graph ROC:1.0, precision @ rank n:1.0\n"
     ]
    },
    {
     "data": {
      "text/plain": "<Figure size 864x720 with 4 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "contamination = 0.1  # percentage of outliers\n",
    "n_train = 100  # number of training points\n",
    "n_test = 100  # number of testing points\n",
    "\n",
    "# Generate sample data\n",
    "X_train, X_test, y_train, y_test = generate_data(\n",
    "    n_train=n_train,\n",
    "    n_test=n_test,\n",
    "    n_features=75,\n",
    "    contamination=contamination,\n",
    "    behaviour=\"new\",\n",
    "    random_state=42,\n",
    ")\n",
    "\n",
    "# train R-graph detector\n",
    "clf_name = 'R-graph'\n",
    "clf = RGraph(n_nonzero=100, transition_steps=20, gamma=50, gamma_nz=False,\n",
    "             tau=1, preprocessing=True, active_support=False,\n",
    "             blocksize_test_data=20,\n",
    "             algorithm='lasso_lars', maxiter=100, verbose=1)\n",
    "\n",
    "clf.fit(X_train)\n",
    "\n",
    "# get the prediction labels and outlier scores of the training data\n",
    "y_train_pred = clf.labels_  # binary labels (0: inliers, 1: outliers)\n",
    "y_train_scores = clf.decision_scores_  # raw outlier scores\n",
    "\n",
    "# get the prediction on the test data\n",
    "y_test_pred = clf.predict(X_test)  # outlier labels (0 or 1)\n",
    "y_test_scores = clf.decision_function(X_test)  # outlier scores\n",
    "\n",
    "# evaluate and print the results\n",
    "print(\"\\nOn Training Data:\")\n",
    "evaluate_print(clf_name, y_train, y_train_scores)\n",
    "print(\"\\nOn Test Data:\")\n",
    "evaluate_print(clf_name, y_test, y_test_scores)\n",
    "\n",
    "# # visualize the results\n",
    "visualize(clf_name, X_train[:, 0:2], y_train, X_test[:, 0:2], y_test, y_train_pred,\n",
    "          y_test_pred, show_figure=True, save_figure=True)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "83877260",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\yzhao\\anaconda3\\envs\\py39\\lib\\site-packages\\seaborn\\_decorators.py:36: FutureWarning: Pass the following variable as a keyword arg: x. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "text/plain": "Text(0.5, 1.0, 'Distribution of outlier scores')"
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": "<Figure size 720x1008 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 14))\n",
    "ax = fig.add_subplot(2, 1, 1)\n",
    "sns.heatmap(clf.transition_matrix_, ax=ax, cmap='binary')\n",
    "ax.set_title('Transition matrix', fontsize=20)\n",
    "\n",
    "ax = fig.add_subplot(2, 1, 2)\n",
    "sns.boxplot(clf.decision_scores_)\n",
    "ax.set_title('Distribution of outlier scores', fontsize=20)"
   ]
  },
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   "execution_count": 3,
   "id": "7a650085",
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    }
   },
   "outputs": [],
   "source": []
  }
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